Maths Exam

1. Simplify 1

Simplify the following expression: $$ \left(-6\times4 + (-(-1))\right)2(-5)1 $$
Correct Answer
$$ 230$$ or 230.000

2. Simplify 2

Simplify the following expression: $$ \left(-2 - 5 - 2\times4\right)2\left(6 - -2\right) $$
Correct Answer
$$ -240$$ or -240.000

3. Fractions 1

Simplify the following expression: $$ \frac{-4}{3} - \frac{-1}{6} $$
Correct Answer
$$ \frac{-7}{6}$$ or -1.1666666666666665

4. Fractions 2

Simplify the following expression: $$ \frac{4}{5}\frac{5}{6} $$
Correct Answer
$$ \frac{2}{3}$$ or 0.6666666666666667

5. Significant figures

1. Write the following to 2 significant figures: 2.5071730
Correct Answer
2.5 or $$2.5\times10^{0}$$
2. Write the following to 5 significant figures: 2099.6573
Correct Answer
2099.7 or $$2.0997\times10^{3}$$

6. Standard Form

1. Write the following in standard form to 2 significant digits: 0.0874206
Correct Answer
$$8.7\times10^{-2}$$
2. Write the following in standard form to 3 significant digits: 0.00754888
Correct Answer
$$7.55\times10^{-3}$$

7. Significant figures

1. Write the following in preferred standard form to 3 significant digits: 0.02740
Correct Answer
$$27.4\times10^{-3}$$
2. Write the following in preferred standard form to 5 significant digits: 131016.1
Correct Answer
$$131.02\times10^{3}$$

8. Simplify 2

Simplify the following expression: $$ \frac{2\frac{-2}{-3}}{2\times4 + \frac{6}{2}} $$
Correct Answer
$$ \frac{4}{33}$$ or 0.121212

9. Simplify 1

Simplify the following expression: $$ 3\times1 + -6\times3 - {\left(4 - 3\right)}^{2} $$
Correct Answer
$$ -16$$ or -16.0000

10. Simplify 2

Simplify the following expression: $$ {\left(4 - 3\right)}^{2} + \frac{3 - 4}{-3 - -5} $$
Correct Answer
$$ \frac{1}{2}$$ or 0.500000


Other Articles:

Experimental Flying Game

Fly around in a plane. Some physics, but mainly just playing with websockets. If you can get a friend to play at the same time, you should be able to shoot each other down.

Benzene QMC Gallery

A gallery of images from an attempt to model the benzene ground state using a variational and diffusion monte carlo method.

Chernobyl Simulation

An attempt to simulate the normal running, and then accident of the Chernobyl nuclear reactor.




© Hugo2015. Session @sessionNumber